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求值-cosπ/16sinπ/16cosπ/8
求值:
(1)-cosπ/16sinπ/16cosπ/8
人气:450 ℃ 时间:2020-09-30 23:11:27
解答
-cos(π/16)sin(π/16)cos(π/8)
=(-1/2)·2cos(π/16)sin(π/16)cos(π/8)
=(-1/2)·sin(π/8)cos(π/8)
=(-1/4)·2sin(π/8)cos(π/8)
=(-1/4)·sin(π/4)
=(-1/4)·(√2/2)
=-√2/8.
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